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The modified model of Koiter's type for nonlinearly elastic shell

机译:非线性弹性壳体的Koiter型修正模型

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In this paper, we proposed a modified model of Koiter's type for nonlinearly elastic shell. The change of metric tensor and the change of curvature tensor play an important role in constructing the linearly and nonlinearly elastic shell model of Koiter's type. The approximate expressions of them once were proposed by Ciarlet. In this paper, the exact full expressions of the change of metric tensor and the change of curvature tensor are provided by tensor analysis. The former coincides with Ciarlet's expression. And the latter is more exact than Ciarlet's expression. Thus the modified model is better than Ciarlet's model. At the same time, a numerical experiment of special hemispherical shell is provided to validate the modified model of Koiter's type.
机译:在本文中,我们为非线性弹性壳提出了一种改进的Koiter型模型。度量张量的变化和曲率张量的变化在构造Koiter型线性和非线性弹性壳模型中起着重要作用。他们的近似表达曾经由Ciarlet提出。本文通过张量分析提供了度量张量变化和曲率张量变化的精确完整表达式。前者与Ciarlet的表达相吻合。后者比Ciarlet的表达更为精确。因此,改进的模型优于Ciarlet的模型。同时,提供了一个特殊的半球形壳的数值实验,以验证改进的Koiter型模型。

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